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0%,13.233333333333%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,53.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur39832 1.25s linear infinite forwards;
}
